Question:

Level 2

The figure shows a square ABEF and a rectangle BCDE. ∠ADE = 38°. Find ∠DAE.

The figure shows a square ABEF and a rectangle BCDE. ∠ADE = 38°. Find ∠DAE.

2 m

Level 3

The figure shows a rectangle EFGH. ∠GFH = 46° and ∠GHJ = 31°. Find

The figure shows a rectangle EFGH. ∠GFH = 46° and ∠GHJ = 31°. Find

- ∠FHJ
- ∠GJH

3 m

Level 3

The figure shows 2 squares ABCD and BECF. ∠GCF is twice as large as ∠GCB.

The figure shows 2 squares ABCD and BECF. ∠GCF is twice as large as ∠GCB.

- Name the line that is parallel to AC.
- Find angle FGC.

3 m

Level 3

The figure shows a piece of square paper ABCD folded at two of its corners B and D. Given that ∠CFD = 81° and ∠BEC = 78°, find ∠BCD.

The figure shows a piece of square paper ABCD folded at two of its corners B and D. Given that ∠CFD = 81° and ∠BEC = 78°, find ∠BCD.

3 m

Level 3

The figure shows a square ABCD. ∠BAE = 27°.

The figure shows a square ABCD. ∠BAE = 27°.

- Name the line of symmetry for the square ABCD.
- Find ∠AEC.

4 m

Level 1

In the figure, WXZ is an equilateral triangle and WZY is a straight line. ∠YXZ = 34°. Find ∠WYX.

In the figure, WXZ is an equilateral triangle and WZY is a straight line. ∠YXZ = 34°. Find ∠WYX.

1 m

Level 1

The figure shows an isosceles triangle XYZ. Given ∠XZY = 61°, find ∠XYZ.

The figure shows an isosceles triangle XYZ. Given ∠XZY = 61°, find ∠XYZ.

1 m

Level 1

The diagram is a kite, find the value of ∠y.

The diagram is a kite, find the value of ∠y.

2 m

Level 1

ACDF is a rectangle where ABEF and BCDE are identical squares. Given that ∠FCD = 65°, find ∠BFC.

ACDF is a rectangle where ABEF and BCDE are identical squares. Given that ∠FCD = 65°, find ∠BFC.

2 m

Level 2

In the figure, PQRS is a square. QTU is a straight line. ∠PTU = 120° and ∠RQU = 30°. Find ∠TPQ.

In the figure, PQRS is a square. QTU is a straight line. ∠PTU = 120° and ∠RQU = 30°. Find ∠TPQ.

2 m